The Krull-Gabriel dimension of the representation theory of a tame hereditary Artin algebra and applications to the structure of exact sequences

W Geigle - manuscripta mathematica, 1985 - Springer
Abstract For an Artin Algebra Λ of finite representation type, the category Λ-mod, considered
as a ring with several objects, has Krull dimension zero. Contrary, for a wild hereditary Artin …
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[引用][C] The Krull-Gabriel Dimension of the Representation Theory of a Tame Hereditary Artin Algebra and Applications to the Structure of Exact Sequences.

W Geigle - Manuscripta mathematica, 1986 - eudml.org
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[引用][C] The Krull-Gabriel Dimension of the Representation Theory of a Tame Hereditary Artin Algebra and Applications to the Structure of Exact Sequences.

W Geigle - Manuscripta mathematica, 1986 - dml.mathdoc.fr
The Krull-Gabriel Dimension of the Representation Theory of a Tame Hereditary Artin Algebra and
Applications to the Structure of Exact Sequences. logo dml Revues Livres Sources Tout Tout …

The Krull-Gabriel dimension of the representation theory of a tame hereditary Artin algebra and applications to the structure of exact sequences.

W Geigle - Manuscripta Mathematica, 1986 - search.ebscohost.com
Abstract For an Artin Algebra Λ of finite representation type, the category Λ-mod, considered
as a ring with several objects, has Krull dimension zero. Contrary, for a wild hereditary Artin …

[引用][C] The Krull-Gabriel dimension of the representation theory of a tame hereditary Artin algebra and applications to the structure of exact sequences

W Geigle - manuscripta mathematica, 1985 - Springer